iid X11, X12,,X1nN(μ1,0) X21, X22, X2nN(2, 0) for unknown #1, #2, 01, 02. The two samples are independent of each other. To test Ho: 0 = 0 v.s. H₁: 002, which of the following acceptance region defines a size-a test? (A) {X1 X2 Ca,n} (B) {S-S Ca,n} (C) {c≤ X1/X2| ≤ Ca,n} (D) {c≤ S/S Con}

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 12T
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X11, X12,,X1nN(1, 0)
iid
X21, X22,,X2n
N(2,0)
for unknown #11, #2, 01, 02. The two samples are independent of
each other.
1
To test Ho: 0 = 0 v.s. H₁: 002, which of the following
acceptance region defines a size-a test?
(A) {X1X2 ≤ Ca,n}
(B) {S-S
Ca,n}
(C) {X1/X2| ≤ Ca,n}
(D) {c≤ S/S Con}
Transcribed Image Text:X11, X12,,X1nN(1, 0) iid X21, X22,,X2n N(2,0) for unknown #11, #2, 01, 02. The two samples are independent of each other. 1 To test Ho: 0 = 0 v.s. H₁: 002, which of the following acceptance region defines a size-a test? (A) {X1X2 ≤ Ca,n} (B) {S-S Ca,n} (C) {X1/X2| ≤ Ca,n} (D) {c≤ S/S Con}
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